Question: You will be using LP to solve the following optimization problem in this section. But, pefore you jump into Solver, please answer the first question

You will be using LP to solve the following

You will be using LP to solve the following optimization problem in this section. But, pefore you jump into Solver, please answer the first question without using Solver. Simply, Kim's company serves two regional markets through two regional warehouses. The transportation costs from respective warehouses to respective markets are presented in the table below. Given the cost structure, intuitively, which route should be assigned the least quantity? (You don't need Solver for this problem. "Intuitively", what would you do?) Warehouse 1 to Market A Warehouse 1 to Market B Warehouse 2 to Market A Warehouse 2 to Market B The company is neither looking to over-nor under-supply any of the two markets (first table). The supply capacity for each warehouse is as below (second table). What is the lowest possible total transportation cost to fulfill the demands? In a recent HQ conversation, the manager from Market A requested at least 700 units be supplied from warehouse 2. If this request is honored, what will be the optimum total cost? Your Answer: Answer If the request from Market A is honored, what will be the change in total cost by percentage? (Please report in fraction. Round the answer to nearest two decimal places.) Your

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